Answer:
$28.18
Explanation:
Use dividend discount model to answer this question.
Current dividend ; D0 = 3.40
growth rate; g = 2.2% or 0.022 as a decimal
D1 = D0(1+g)
D1 = 3.40(1.022)
D1 = 3.4748
Since you are buying the stock next year, calculate dividend at year 2 which you would use in the formula to find next year's price (P1) ;
D2 = D1(1+g)
D2 = 3.4748 (1.022)
D2 = 3.5512
Next year's price; P1 = D2 / (r-g)
P1 = 3.5512 / (0.148 - 0.022)
P1 = 28.1841
Therefore, you will pay $28.18
Jean told her stockbroker to purchase 300 shares of stock of company abc at $20 per share. The fee that the stockbroker charges for this service is called Commission. Hence, option D is correct.
<h3>Who is stockbroker?</h3>
Stockbroker is the person who execute the shares and invest in them on the behalf of their clients. Stockbroker has certain knowledge about the trading of shares, so using their ability of understanding the stock market.
Many of the stockbroker works for the firm or company and handle their customer's accounts and do tradings.
Thus, option D is correct.
For more details about Stockbroker, click here:
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a. Dividend
b. Yield
c. Net Proceeds
d. Commission
Today's online technologies (internet technologies) make it easy to get any type of information, and also information out to people.
Everyone is online and information can be transported and exchanged very quckly. This is the reason why today's technology makes it easy .
Answer:
$20,000 ordinary gain
Explanation:
Data provided in the question:
Cash proceeds from Selling of the equipment = $50,000
Purchasing cost of the equipment = $60,000
Depreciation expense = $30,000
Now,
The book value of the equipment
= Purchasing cost of the equipment - Depreciation expense
= $60,000 - $30,000
= $30,000
Since,
the amount of proceeds from sales is higher than the book value of the equipment
Therefore a gain will be recognized
The amount of Gain = proceeds from Selling - book value
= $50,000 - $30,000
= $20,000
Hence,
$20,000 ordinary gain
Answer:
Payback =1.53 years
Explanation:
The annual cash-flow figure that is to be used in this calculation should not include depreciation as depreciation is a non-cash item. Net operating income from the project is $115,000 and to get to annual cash-flows, depreciation should be added back.
Annual cash-flows for each of the 6 years would therefore be:

The scrap value would be expected at the end of the project i.e end of year 6.
Year Cash-flow Balance
0 (225,000) (225,000)
1 147,000 (78,000)
2 147,000 69,000
By end of year 2, the company has already recovered the $225,000 initial investment as seen through the positive cumulative balance
Payback = Years With Negative Cumulative Cash-flow Balance + 
